Recenti sviluppi della geometria complessa, differenziale, simplettica

Degree of a holomorphic map between unit balls from $\Bbb C^2$ to $\Bbb C^n.$

speaker: Francine Meylan (Université de Fribourg)

abstract: Let $f$ be a rational proper holomorphic map between the unit ball in $\Bbb C^2$ and the unit ball in $\Bbb C^n.$ In this talk, we will discuss the following problem raised by X. Huang regarding a conjecture of D'Angelo: Given such an $f,$ what is its maximum degree possible as a function of n?

timetable:
Sat 11 Mar, 11:20 - 12:20, Sala Conferenze Centro De Giorgi
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